الفهرس 
IntroductionOnly 14 pages are availabe for public view
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Abstract
This thesis deals with globel differential geometry. its results are specially directed to the globel behaviour of kaehler submanifolds.
this thesis is divided into three chapters besides the introduction.
in the introduction, it was shown the basic acknowledgements, concepts and difitions about the complex manifolds, holomarphic mappings, kaehler manifolds, cartan`s lemma, connrctions and structure equations on kaehler manifolds, differential mappings and tangent vector fields on khaehler manifolds. the introduction contains also the methods which are used in proving some results in the three chapters.